A=

B=

D=

Introduce las coordenadas de los puntos o modifica
 su posición en la vista 3D.

Paralelogramo ABDC

Triángulo ABD

Producto vectorial

Acerca

Aleja

A = (-1, -3, 1)
B = (0, -2, -1)
D = (-1, 1, 0)
u = Vector(A, B)
v = Vector(A, D)
CasillaDeEntrada1 = Textfield(A)
CasillaDeEntrada2 = Textfield(B)
CasillaDeEntrada3 = Textfield(D)
ux: x(u)
uy: y(u)
uz: z(u)
vx: x(v)
vy: y(v)
vz: z(v)
texto2: "\overrightarrow{AB}=(" + (LaTeX[ux]) + "," + (LaTeX[uy]) + "," + (LaTeX[uz]) + ")"
w: u ⊗ v
a = Translate(w, A)
polígono1, c, b, a_1 = Polygon(B, A, D)
wx: x(a)
wy: y(a)
wz: z(a)
mod: abs(w)
texto5 = SurdText(mod)
D_1 = Midpoint(B, D)
C = Mirror(A, D_1)
polígono2, a_2, c_1, a', b_1 = Polygon(A, D, C, B)
texto3: "\overrightarrow{AD}=\left(" + (LaTeX[vx]) + "," + (LaTeX[vy]) + "," + (LaTeX[vz]) + "   \right) "
d = false
e = false
mod2: mod / 2
texto7 = SurdText(mod2)
giro = 0 (slider from 0 to 1, step 1)
f = false
texto8: "\overrightarrow{AB}×\overrightarrow{AD}  =\left|\begin{array}{} \vec{i} & \vec{j}& \vec{k} \\ " + (LaTeX[ux]) + " & " + (LaTeX[uy]) + " & " + (LaTeX[uz]) + " \\ " + (LaTeX[vx]) + " & " + (LaTeX[vy]) + " & " + (LaTeX[vz]) + " \\ \end{array}  \right| = \left(" + (LaTeX[wx]) + "," + (LaTeX[wy]) + "," + (LaTeX[wz]) + "   \right)  "
E: A + w
F = Midpoint(A, E)
texto10: "\overrightarrow{AB}×\overrightarrow{AD}=\left( " + (LaTeX[wx]) + "," + (LaTeX[wy]) + "," + (LaTeX[wz]) + "  \right) "
texto4: "S_{ABCD}=\left|\overrightarrow{AB}×\overrightarrow{AD}  \right|=\left| \left( " + (LaTeX[wx]) + "," + (LaTeX[wy]) + "," + (LaTeX[wz]) + "  \right)  \right| =" + (LaTeX[texto5]) + " \;  = " + (LaTeX[mod]) + "  \; u^2 "
texto6: "S_{ABD}=\frac{1}{2}\left|\overrightarrow{AB}×\overrightarrow{AD}  \right| =\frac{1}{2}\left| \left( " + (LaTeX[wx]) + " , " + (LaTeX[wy]) + "," + (LaTeX[wz]) + "   \right)  \right| =  \; " + (LaTeX[texto7]) + "=" + (LaTeX[mod2]) + "  \;  u^2 "